论文标题
在带有泊松对相关的序列中的最小差距上
On the smallest gap in a sequence with Poisson pair correlations
论文作者
论文摘要
我们证明，平均差距$ 1 $的任何增加的实数顺序和泊松对相关的差距至少为$ 3/2+10^{ - 9} $。这取决于Aistleitner，Blomer和Radziwill的结果。
We prove that any increasing sequence of real numbers with average gap $1$ and Poisson pair correlations has some gap that is at least $3/2+10^{-9}$. This improves upon a result of Aistleitner, Blomer, and Radziwill.
